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The hydrophilicity of the samples was examined as a function of the storage time using a standard strike-through test.
Figure 5 shows the values for the rhynchophorol adsorbed on Na-magadiite as a function of the storage time, simulating the stability condition at ambient temperature.
It presents a correlation between heating demand Q and HDD as a function of the storage system autonomy t of the form Q= 1-exp-tτ×Qy with τ = f2(HDD).
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Fig. 16 Maximum storage temperature as a function of the receiver reflectance and absorptance.
Fig. 18 Maximum storage temperature as a function of the thermal fluid mass flow rate.
Fig. 17 Maximum storage temperature as a function of the aspect ratio L/d.
In Figure 4, the changes of the two moduli, G′ (storage modulus) and G′′ (loss modulus), as a function of the deformation are shown.
Using these data, we constructed linear models to predict the percent change in PON1 activity as a function of years of storage duration and storage duration × assay temperature.
Here, a study of the alteration of magnetite particles of different sizes as a function of their storage conditions is presented.
The optical and electrical characteristics of the polymer (PCPBTFC) were studied as a function of storage time and relative humidity.
c Sheet resistance as a function of storage time in air.
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